关于Scott拓扑的core紧性

ＤＣＰＯ Ｌ被称作Σ－ｃｏｒｅ紧的,如果当Ｌ赋以Ｓｃｏｔｔ拓扑后是一个ｃｏｒｅ紧空间,长期以来,从序结构的角度刻划那些Σ－ｃｏｒｅ紧的ＤＣＰＯ一直是悬而未解的问题。在一定的限制条件下讨论上述问题,并得到了一些结果。     

ERK activation by Ca2+ ionophores depends on Ca2+ entry in lymphocytes but not in platelets, and does not conduct membrane scrambling

Rapid Ca²⁺-dependent phospholipid (PL) reorganization (scrambling) at the plasma membrane is a mechanism common to hematopoietic cells exposing procoagulant phosphatidylserine (PS). The aim of this research was to determine whether activation of the extracellular signal-regulated kinase (ERK) pathway was required for PL scrambling, based on a single report analyzing both responses induced by Ca²⁺ ionophores in megakaryoblastic HEL cells. Ca²⁺ ionophore-stimulated ERK phosphorylation was induced in platelets without external Ca²⁺, whereas exogenous Ca²⁺ entry was crucial for ERK activation in Jurkat T cells. In both cells, membrane scrambling only occurred following Ca²⁺ entry and was not blocked by inhibiting ERK phosphorylation. Furthermore, ERK proteins are strongly phosphorylated in transformed B lymphoblastic cell lines, which do not expose PS in their resting state. Overall, the data demonstrated that ERK activation and membrane scrambling are independent mechanisms. A. Arachiche, I. Badirou: These authors contributed equally to this work. Received 18 June 2008; received after revision 24 September 2008; accepted 1 October 2008     

内蒙古盲蝽科中国一新纪录属记述(半翅目:盲蝽科)

本文记述了内蒙古半翅目异翅亚目Hemiptera-Heteroptera盲蝽科Miridae畸角盲蝽属Teratocoris Fieber中国新纪录属和本属的萨氏畸角盲蝽T.saundersiDouglas et Scott,为中国新纪录种。     

Z-广义连续格

利用Ｚ－子集系统引入Ｚ－广义连续格的概念，并研究了这类格的映射及拓扑性质。     

Scott开滤子拓扑的连续性巩(英文)

该文证明了完备格Ｌ为连续格当且仅当Ｌ上的Ｓｃｏｔ开滤子拓扑σＦ（Ｌ）为连续格，且细于Ｌ上的上拓扑．特别地，若Ｌ的素元集是序生成集，则Ｌ为连续格当且仅当σＦ（Ｌ）为连续格．     

Morgan—Scott剖分上样条空间S6^3（Δms）的维数

众所周知,ＭｏｒｇｅｎＳｃｏｔ剖分上的样条空间的维数依赖于剖分的几何性质．本文证明了Ｄ．Ｄｉｅｎｅｒ提出的猜想对ｒ＝３是正确的．     

循环群偏序集上的拓扑

利用循环群的特殊代数结构,引入了Scott子群拓扑σP(G),讨论了循环群偏序集上3种不同拓扑之间的关系,即循环群拓扑O(G)、Scott拓扑σ(G)和Scott子群拓扑σP(G),并得出若(G,O(G))是T0的紧空间且sub(G)分离G中的点,则CO(G)=σ(G)=σP(G).     

Scott连续自映射不动点集的性质研究

主要研究了一些连续domain上Scott连续自映射的不动点集的性质．证明了若L是双有限domain,f：L→L是一致交换映射,则Fix（f）是双有限domain;提出了连续cpo上不动点集的一个例子;并证明了若L是有界完备domain,f：L→L是稳定映射且max（L）CFix（f）,则Fix（f）是L的收缩等性质．     

可并的Z—强连续偏序集上Scott闭集格的几个结果

对可并的Z—强连续偏序集做了一些讨论,得到了可并的Z—强连续偏序集上的scott闭集格是可并的Z—连续格和完全分配格。     

Scott连续映射的分析式与层次式刻划及应用

首先建立了拓扑空间到连续格的Ｓｃｏｔｔ连续映射的分析式与层次式刻划；其次利用这些刻划得到了连续格的分析式与层次式刻划，改进了有关作者的完全分配格的分析式刻划．